Suppose you are holding $3,000,000 market value in a zero coupon bond with 30 years to maturity. The annual yield on the bond is 12.45%. Suppose we define a bad yield as a yield for which there is only a 95% chance that any yield fluctuation will exceed the bad yield. Suppose that over the last year the average daily yield fluctuation for the bond was 118 basis points. The standard deviation for the average daily yield fluctuation for the zero coupon 30 year bond was 90 basis points. Determine the daily earnings at risk with a 95% probability. Group of answer choices $2,996.79 $71,098.27 $79,750.00 $2,132,947.98
Suppose you are holding $3,000,000 market value in a zero coupon bond with 30 years to maturity. The annual yield on the bond is 12.45%. Suppose we define a bad yield as a yield for which there is only a 95% chance that any yield fluctuation will exceed the bad yield. Suppose that over the last year the average daily yield fluctuation for the bond was 118 basis points. The standard deviation for the average daily yield fluctuation for the zero coupon 30 year bond was 90 basis points. Determine the daily earnings at risk with a 95% probability. Group of answer choices $2,996.79 $71,098.27 $79,750.00 $2,132,947.98
Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
Section: Chapter Questions
Problem 1PS
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Question
![Suppose you are holding $3,000,000 market
value in a zero coupon bond with 30 years to
maturity. The annual yield on the bond is
12.45%. Suppose we define a bad yield as a
yield for which there is only a 95% chance
that any yield fluctuation will exceed the bad
yield. Suppose that over the last year the
average daily yield fluctuation for the bond
was 118 basis points. The standard deviation
for the average daily yield fluctuation for the
zero coupon 30 year bond was 90 basis
points. Determine the daily earnings at risk
with a 95% probability.
Group of answer choices
$2,996.79
$71,098.27
$79,750.00
$2,132,947.98](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8147c645-5179-421f-8a02-d05442badce9%2F4948c423-140f-4a0a-af4e-c2c0dc102601%2Fft4g0d_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Suppose you are holding $3,000,000 market
value in a zero coupon bond with 30 years to
maturity. The annual yield on the bond is
12.45%. Suppose we define a bad yield as a
yield for which there is only a 95% chance
that any yield fluctuation will exceed the bad
yield. Suppose that over the last year the
average daily yield fluctuation for the bond
was 118 basis points. The standard deviation
for the average daily yield fluctuation for the
zero coupon 30 year bond was 90 basis
points. Determine the daily earnings at risk
with a 95% probability.
Group of answer choices
$2,996.79
$71,098.27
$79,750.00
$2,132,947.98
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